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Draw 2 congruent convex hexagons. How do you know the hexagons are convex? How do you know they are congruent?

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Answer:

Explanation:

To draw two congruent convex hexagons, we can follow these steps:

Draw a regular hexagon with equal sides and angles using a straight edge and a compass.

Draw another hexagon of the same size and shape as the first one, but shifted to a different location on the paper. This can be done by measuring the distances and angles between the corresponding vertices of the two hexagons.

We know that the hexagons are convex because all their interior angles measure less than 180 degrees, and the sides do not cross over each other.

We know that the hexagons are congruent because they have the same size and shape. Each side of one hexagon is equal in length to the corresponding side of the other hexagon, and each angle of one hexagon is equal in measure to the corresponding angle of the other hexagon. We can also verify their congruence by superimposing one hexagon over the other and seeing that they match up perfectly.

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